Non-specular reflection of walking droplets
Posted by heligone on Jan 22, 2017 in Bibliography, Core Bibliography | 0 comments
Abstract : Since their discovery by Yves Couder and Emmanuel Fort, droplets walking on a vibrating liquid bath have attracted considerable attention because they unexpectedly exhibit certain features reminiscent of quantum particles. While the behaviour of walking droplets in unbounded geometries has to a large extent been rationalized theoretically, no such rationale exists for their behaviour in the presence of boundaries, as arises in a number of key quantum analogue systems. We here present the results of a combined experimental and theoretical study of the interaction of walking droplets with a submerged planar barrier. Droplets exhibit non-specular reflection, with a small range of reflection angles that is only weakly dependent on the system parameters, including the angle of incidence. The observed behaviour is captured by simulations based on a theoretical model that treats the boundaries as regions of reduced wave speed, and rationalized in terms of momentum considerations.
Pucci, G., Sáenz, P. J., Faria, L. M., & Bush, J. W. (2016). Non-specular reflection of walking droplets. J Fluid Mech, 804, R3.
http://math.mit.edu/~bush/wordpress/wp-content/uploads/2016/09/Pucci-JFM-2016.pdf
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- sam on A low‑cost, precise piezoelectric droplet‑on‑demand generator
- jitendra on A low‑cost, precise piezoelectric droplet‑on‑demand generator
- jitendra on A low‑cost, precise piezoelectric droplet‑on‑demand generator
- yeptube on Statistical projection effects in a hydrodynamic pilot-wave system
- sam on “Tunnel effect “
- Carlos on “Tunnel effect “
- yonglip on Particle in a box – DotWave Self-Interference tracking and statistics
- guest on bouncing droplets
- sam on EmQm17
Recent Posts
- Spontaneous emergence of a spin state for an emitter in a time-varying medium
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- Statistical projection effects in a hydrodynamic pilot-wave system
- Quantum physics Dropwise
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- Walking droplet above cavities
- Faraday wave droplet dynamics : discret time analysis
- Tunneling with a hydrodynamic pilot-wave model
- Walking droplets in linear channels
- Self-propulsion and crossing statistics under random initial conditions
- A trajectory equation for walking droplets : hydrodynamic pilot-wave theory
- Influence of memory on trajectory in a harmonic potential
- A model for Faraday pilot waves over variable topography
- Non-specular reflection of walking droplets
- Self-attraction into spinning eigenstates of a mobile wave source by its emission back-reaction
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Other Research teams
- Austrian Institute for Nonlinear Studies (AINS) – Gerhard Groessing
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- MIT – John BUSH
- St. Petersburg Nuclear Physics Institute – Dr. Valeriy Sbitnev
- Università degli Studi di Palermo – Pr. Diego Molteni –
- Université de Liège – Quandrops
- Université Paris Diderot – Yves Couder
- University of Bath – PAUL MILEWSKI
- University of Cambridge – Computer Laboratory – Dr Robert Brady
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